Find the derivative of the function:
x^5 e^3x + x + 1 / x
a. x^5 e^3x + 5x^4 e^3x + 1 / x^2
b.3x^5 e^3x + 5x^4 e^3x − 1 / x^2
c. x^5 e^3x + 5x^4 e^3x − 1 / x^2
d. 3x^5 e^3x + 5x^4 e^3x − 2 / x
ddx(x5e3x+x+1x)=5x4e3x+3x5e3x+1−1x2\dfrac{d}{dx}(x^5e^{3x}+x+\dfrac{1}{x})=5x^4e^{3x}+3x^5e^{3x}+1-\dfrac{1}{x^2}dxd(x5e3x+x+x1)=5x4e3x+3x5e3x+1−x21
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